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Composite Materials Research Progress

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68<br />

Domain where the<br />

material is<br />

distributed<br />

Solid<br />

Michaël Bruyneel<br />

Figure 4.2. Illustration of a topology optimization problem (after Bruyneel, 2002)<br />

For composite structures, and due to the stratification of the material, it results that 2<br />

topology optimization problems must be defined and solved simultaneously: the optimal<br />

distribution of plies at a given altitude in the laminate (Figure 4.3) and the transverse topology<br />

optimization where the optimal local stacking sequence is looked for (Figure 4.4). Continuity<br />

conditions between adjacent laminates should also be imposed.<br />

Figure 4.3. Topology optimization at a given altitude in the non homogeneous laminate.<br />

Figure 4.4. Transverse topology optimization in a composite structure.<br />

Void

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